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LITERAL MAGIC SQUARES AS SYMMETRICAL TEXT ARRAYS
Chirkazov D.I.
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Abstract
The article deals with methods of mathematical description of two-dimensional arrays as text symmetric square matrices by viewing them as vectors in a specially misleading for this purpose finite alphabetical space. A distinction was made between non palindromic and palindromic literal magic square matrices based on the properties of symmetry and supersymmetry. The basic properties of reading such texts were investigated. On the basis of misleading rules for sums of square matrices of the same order it is shown that the number of possible readings of those amounts equal to the number of their own, and that this value differs, in general, from the case when folded square matrices are not a magic square. On the basis of many examples it is shown that the texts of this type, despite its exotic, formal restriction imposed palindromes and numerous differences between the linear (one-dimensional) texts can hold meaning and be a fully independent literary value, and therefore can be used to write the two-dimensional literary works.
Category: 01.00.00 Physics and mathematics
Article reference:
Literal magic squares as symmetrical text arrays // Modern scientific researches and innovations. 2012. № 11 [Electronic journal]. URL: https://web.snauka.ru/en/issues/2012/11/18331
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